BOOK

Oira Hakase No Sutekina Sushiki / Hara Title : DOCTOR EULER'S FABULOUS FORMULA (Chiku Ma Gakugei Bunko Na 30-1 Math & Science)

Poru J Na in / Cho Koyama Shinya / Yaku

2000yen
(2200yen Tax incl. in Japan)
Points You Earn 1% (20p)
Release Date November 2020
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Product Details

Catalog No.NEOBK-2554033
JAN/ISBN 9784480510204
Product Type BOOK
Pages 606

Books are basically written in Japanese except for bilingual books or ones indicated as not written only in Japanese.

Description

[Machine Translation] Euler's identity, derived by the mathematical giant Leonhard Euler, has been called the greatest and most beautiful in the history of mathematics. This extremely concise formula, which shows that the constants pi and Napier's number e, which have completely different origins, are closely related to the fundamental numbers 0, 1, and the imaginary unit i, should be called "the greatest treasure of mankind" (R. Feynman) and will never fade away. This book carefully explains not only Euler's formula but also the wave equation, Fourier series and transformations, Dirac functions, etc., and its brush strokes extend to the practical science and engineering that Euler emphasized. This is an introductory book full of humor that is highly recommended for science and engineering students.

Translate Description

*As it is a machine translation, the result may not provide an accurate description. Please use it only as a reference. *Not available within the China mainland region.

Description in Japanese

オイラー博士の素敵な数式 / 原タイトル:DOCTOR EULER’S FABULOUS FORMULA (ちくま学芸文庫 ナ30-1 Math & Science) / ポール・J・ナーイン/著 小山信也/訳

数学の巨人レオンハルト・オイラーによって導出されたオイラーの等式は、数学史上もっとも美しく、偉大なものと称されている。円周率π、ネイピア数eというまったく起源の異なる定数が、基本的な数0、1、虚数単位iと密接に関係していることを表すこの極めて簡潔な数式は、「人類の至宝」(R・ファインマン)とも呼ぶべきもので、永遠に色褪せることがない。本書はオイラーの公式はもとより波動方程式、フーリエ級数・変換、ディラック関数などを丁寧に解説し、その筆はオイラーが重視した実学・工学にまで及ぶ。理工系学生に強くお薦めしたいユーモアに溢れた入門書。

Related Offer & Feature

    Tracklisting

    1
    第1章 複素数―初等的な範囲をやや越えた、複素数にまつわる小編集
    2
    第2章 ベクトルの旅―方向が重要となる複素数平面の問題を少々
    3
    第3章 π2が無理数であること―大学2年レベルでできる「高度な」数学
    4
    第4章 フーリエ級数―第一発見者はオイラーだった。でもそこには重大な誤りが...
    5
    第5章 フーリエ変換―周期関数の周期が無限大になったら何が起こるか
    6
    第6章 電気工学と√-1―複素数の応用。実学を重視したオイラーが、愛したであろう発展

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